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Current Issues
     2026:2/3

International Journal of Applied Mathematics and Numerical Research

2, Issue 1, Year 2026

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2026; 2(1): 06-11
Cover page for Volume 2, Issue 1 (2026)

Comprehensive Analysis of Stability, Convergence, and Error Estimation in Finite Difference Schemes for Nonlinear Partial Differential Equations: Advanced Numerical Methods, Mathematical Modeling, and Computational Applications in Engineering and Physical Systems

Comprehensive Analysis of Stability, Convergence, and Error Estimation in Finite Difference Schemes for Nonlinear Partial Differential Equations: Advanced Numerical Methods, Mathematical Modeling, and Computational Applications in Engineering and Physical Systems

By : Dr. Chen Xiaoming

Country : Japan

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2026; 2(1): 12-17
Cover page for Volume 2, Issue 1 (2026)

Modern Numerical Techniques in Applied Mathematics: Comprehensive Analysis of Stability, Convergence, Error Control, and Computational Efficiency for Engineering Systems, Physical Modeling, and Data-Driven Applications

Modern Numerical Techniques in Applied Mathematics: Comprehensive Analysis of Stability, Convergence, Error Control, and Computational Efficiency for Engineering Systems, Physical Modeling, and Data-Driven Applications

By : Dr. Carlos E Girard, Dr. Emily R Whitfield, Dr. Tobias K Reeves

Country : France

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2026; 2(1): 18-23
Cover page for Volume 2, Issue 1 (2026)

Comprehensive Stability Analysis and Error Estimation of Numerical Methods for Time-Dependent Differential Equations: Advanced Computational Techniques, Convergence Theory, and Applications in Engineering Systems and Physical Modeling

Comprehensive Stability Analysis and Error Estimation of Numerical Methods for Time-Dependent Differential Equations: Advanced Computational Techniques, Convergence Theory, and Applications in Engineering Systems and Physical Modeling

By : Dr. Laura Jean Peterson

Country : Canada

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2026; 2(1): 24-29
Cover page for Volume 2, Issue 1 (2026)

Stability, Convergence, and Error Analysis of High-Order Numerical Methods for Ordinary Differential Equations: Computational Efficiency and Advanced Applications in Engineering and Physical Systems

Stability, Convergence, and Error Analysis of High-Order Numerical Methods for Ordinary Differential Equations: Computational Efficiency and Advanced Applications in Engineering and Physical Systems

By : Dr. Alessandro Ricciardi, Dr. Benjamin Thomas Caldwell

Country : USA

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